{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 图像特征练习\n",
    "*完成并连同作业上交你完整的工作表(包括其输出及工作表外的任何支持代码)，更多详情请参见课程网站上的[作业页面](http://vision.stanford.edu/teaching/cs231n/assignments.html)。*\n",
    "我们已经看到，通过训练一个基于输入图像像素的线性分类器，我们可以在一个图像分类任务上获得合理的性能。在这个练习中，我们将展示我们可以通过训练线性分类器来提高我们的分类性能，不是在原始像素上，而是在从原始像素计算出来的特征上。\n",
    "你这次练习的所有工作都将在这个笔记本上完成。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import random\n",
    "import numpy as np\n",
    "from cs231n.data_utils import load_CIFAR10\n",
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline\n",
    "plt.rcParams['figure.figsize'] = (12.0, 9.0) # set default size of plots\n",
    "plt.rcParams['image.interpolation'] = 'nearest'\n",
    "plt.rcParams['image.cmap'] = 'gray'\n",
    "\n",
    "# for auto-reloading extenrnal modules\n",
    "# see http://stackoverflow.com/questions/1907993/autoreload-of-modules-in-ipython\n",
    "%load_ext autoreload\n",
    "%autoreload 2"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 加载数据\n",
    "与前面的练习类似，我们将从磁盘加载CIFAR-10数据。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "from cs231n.features import color_histogram_hsv, hog_feature\n",
    "\n",
    "def get_CIFAR10_data(num_training=49000, num_validation=1000, num_test=1000):\n",
    "  # Load the raw CIFAR-10 data\n",
    "  cifar10_dir = 'cs231n/datasets/cifar-10-batches-py'\n",
    "  X_train, y_train, X_test, y_test = load_CIFAR10(cifar10_dir)\n",
    "  \n",
    "  # Subsample the data\n",
    "  mask = range(num_training, num_training + num_validation)\n",
    "  X_val = X_train[mask]\n",
    "  y_val = y_train[mask]\n",
    "  mask = range(num_training)\n",
    "  X_train = X_train[mask]\n",
    "  y_train = y_train[mask]\n",
    "  mask = range(num_test)\n",
    "  X_test = X_test[mask]\n",
    "  y_test = y_test[mask]\n",
    "\n",
    "  return X_train, y_train, X_val, y_val, X_test, y_test\n",
    "\n",
    "X_train, y_train, X_val, y_val, X_test, y_test = get_CIFAR10_data()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 提取特征\n",
    "我们将计算每个图像的方向直方图梯度(HOG)以及在HSV中使用色调通道的颜色直方图颜色空间。我们通过连接形成每个图像的最终特征向量HOG和颜色直方图特征向量。\n",
    "\n",
    "粗略地说，HOG应该捕捉图像的纹理，而忽略它颜色信息，颜色直方图表示输入的颜色图像而忽略纹理。因此，我们希望两者一起使用应该比单独使用这两种方法效果更好.\n",
    "\n",
    " `hog_feature `和` color_histogram_hsv` 函数都在单一的对象上操作并返回该图像的特征向量。`extract_features`函数获取一组图像和一组特征函数并求值每个图像上的每个特征函数，将结果存储在一个矩阵中,每一列都是一张图像所有特征向量的串联。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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      "Done extracting features for 47000 / 49000 images\n",
      "Done extracting features for 48000 / 49000 images\n"
     ]
    }
   ],
   "source": [
    "from cs231n.features import *\n",
    "\n",
    "num_color_bins = 10 # Number of bins in the color histogram\n",
    "feature_fns = [hog_feature, lambda img: color_histogram_hsv(img, nbin=num_color_bins)]\n",
    "X_train_feats = extract_features(X_train, feature_fns, verbose=True)\n",
    "X_val_feats = extract_features(X_val, feature_fns)\n",
    "X_test_feats = extract_features(X_test, feature_fns)\n",
    "\n",
    "# Preprocessing: Subtract the mean feature\n",
    "mean_feat = np.mean(X_train_feats, axis=0, keepdims=True)\n",
    "X_train_feats -= mean_feat\n",
    "X_val_feats -= mean_feat\n",
    "X_test_feats -= mean_feat\n",
    "\n",
    "# Preprocessing: Divide by standard deviation. This ensures that each feature\n",
    "# has roughly the same scale.\n",
    "std_feat = np.std(X_train_feats, axis=0, keepdims=True)\n",
    "X_train_feats /= std_feat\n",
    "X_val_feats /= std_feat\n",
    "X_test_feats /= std_feat\n",
    "\n",
    "# Preprocessing: Add a bias dimension\n",
    "X_train_feats = np.hstack([X_train_feats, np.ones((X_train_feats.shape[0], 1))])\n",
    "X_val_feats = np.hstack([X_val_feats, np.ones((X_val_feats.shape[0], 1))])\n",
    "X_test_feats = np.hstack([X_test_feats, np.ones((X_test_feats.shape[0], 1))])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 训练SVM的特性\n",
    "使用之前开发的多类SVM代码，在上述特征的基础上训练SVM;这应该比直接在原始像素上训练支持向量机得到更好的结果。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "iteration 1300 / 2000: loss 9.000000\n",
      "iteration 1400 / 2000: loss 9.000000\n",
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      "==============================\n",
      "rate: 0.000000 ,reg: 10000000.000000\n",
      "rate 1.000000e-09 reg 1.000000e+04 train accuracy: 0.102510 val accuracy: 0.090000\n",
      "rate 1.000000e-09 reg 5.000000e+04 train accuracy: 0.089245 val accuracy: 0.099000\n",
      "rate 1.000000e-09 reg 1.000000e+05 train accuracy: 0.113918 val accuracy: 0.118000\n",
      "rate 1.000000e-09 reg 5.000000e+05 train accuracy: 0.085633 val accuracy: 0.084000\n",
      "rate 1.000000e-09 reg 1.000000e+06 train accuracy: 0.081612 val accuracy: 0.097000\n",
      "rate 1.000000e-09 reg 5.000000e+06 train accuracy: 0.372653 val accuracy: 0.365000\n",
      "rate 1.000000e-09 reg 1.000000e+07 train accuracy: 0.410918 val accuracy: 0.416000\n",
      "rate 1.000000e-08 reg 1.000000e+04 train accuracy: 0.105061 val accuracy: 0.115000\n",
      "rate 1.000000e-08 reg 5.000000e+04 train accuracy: 0.106980 val accuracy: 0.109000\n",
      "rate 1.000000e-08 reg 1.000000e+05 train accuracy: 0.093286 val accuracy: 0.114000\n",
      "rate 1.000000e-08 reg 5.000000e+05 train accuracy: 0.413020 val accuracy: 0.411000\n",
      "rate 1.000000e-08 reg 1.000000e+06 train accuracy: 0.415408 val accuracy: 0.419000\n",
      "rate 1.000000e-08 reg 5.000000e+06 train accuracy: 0.412449 val accuracy: 0.407000\n",
      "rate 1.000000e-08 reg 1.000000e+07 train accuracy: 0.390041 val accuracy: 0.363000\n",
      "rate 1.000000e-07 reg 1.000000e+04 train accuracy: 0.163673 val accuracy: 0.150000\n",
      "rate 1.000000e-07 reg 5.000000e+04 train accuracy: 0.416612 val accuracy: 0.421000\n",
      "rate 1.000000e-07 reg 1.000000e+05 train accuracy: 0.414041 val accuracy: 0.424000\n",
      "rate 1.000000e-07 reg 5.000000e+05 train accuracy: 0.412612 val accuracy: 0.419000\n",
      "rate 1.000000e-07 reg 1.000000e+06 train accuracy: 0.398776 val accuracy: 0.395000\n",
      "rate 1.000000e-07 reg 5.000000e+06 train accuracy: 0.366673 val accuracy: 0.350000\n",
      "rate 1.000000e-07 reg 1.000000e+07 train accuracy: 0.325224 val accuracy: 0.323000\n",
      "best validation accuracy achieved during cross-validation: 0.424000\n"
     ]
    },
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 864x648 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Use the validation set to tune the learning rate and regularization strength\n",
    "\n",
    "from cs231n.classifiers.linear_classifier import LinearSVM\n",
    "\n",
    "learning_rates = [1e-9, 1e-8, 1e-7]\n",
    "regularization_strengths = [1e4, 5e4, 1e5, 5e5, 1e6, 5e6, 1e7]\n",
    "\n",
    "results = {}\n",
    "best_val = -1\n",
    "best_svm = None\n",
    "\n",
    "pass\n",
    "################################################################################\n",
    "# TODO:                                                                        #\n",
    "# Use the validation set to set the learning rate and regularization strength. #\n",
    "# This should be identical to the validation that you did for the SVM; save    #\n",
    "# the best trained classifer in best_svm. You might also want to play          #\n",
    "# with different numbers of bins in the color histogram. If you are careful    #\n",
    "# you should be able to get accuracy of near 0.44 on the validation set.       #\n",
    "################################################################################\n",
    "for rate in learning_rates:\n",
    "    for reg in regularization_strengths:\n",
    "        svm = LinearSVM()\n",
    "        loss_hist = svm.train(X_train_feats, y_train, learning_rate=rate, reg=reg, num_iters=2000, verbose=True)\n",
    "        train_acc_history = []\n",
    "        val_acc_history = []\n",
    "        y_train_pred = svm.predict(X_train_feats)\n",
    "        acc_tr = np.mean(y_train == y_train_pred)\n",
    "        y_val_pred = svm.predict(X_val_feats)\n",
    "        acc_val = np.mean(y_val == y_val_pred)\n",
    "        \n",
    "        print(\"=\"*30)\n",
    "        print('rate: %f ,reg: %f' % (rate, reg))\n",
    "        plt.subplot(1, 1, 1)\n",
    "        plt.plot(loss_hist)\n",
    "        plt.title('Loss history')\n",
    "        plt.xlabel('Iteration')\n",
    "        plt.ylabel('Loss')\n",
    "        \n",
    "        results[(rate, reg)] = (acc_tr, acc_val)\n",
    "        if acc_val > best_val:\n",
    "            best_val = acc_val\n",
    "            best_svm = svm\n",
    "################################################################################\n",
    "#                              END OF YOUR CODE                                #\n",
    "################################################################################\n",
    "\n",
    "# Print out results.\n",
    "for rate, reg in sorted(results):\n",
    "    train_accuracy, val_accuracy = results[(rate, reg)]\n",
    "    print ('rate %e reg %e train accuracy: %f val accuracy: %f' % (\n",
    "                rate, reg, train_accuracy, val_accuracy))\n",
    "    \n",
    "print ('best validation accuracy achieved during cross-validation: %f' % best_val)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.419\n"
     ]
    }
   ],
   "source": [
    "# Evaluate your trained SVM on the test set\n",
    "y_test_pred = best_svm.predict(X_test_feats)\n",
    "test_accuracy = np.mean(y_test == y_test_pred)\n",
    "print (test_accuracy)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 864x648 with 100 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# An important way to gain intuition about how an algorithm works is to\n",
    "# visualize the mistakes that it makes. In this visualization, we show examples\n",
    "# of images that are misclassified by our current system. The first column\n",
    "# shows images that our system labeled as \"plane\" but whose true label is\n",
    "# something other than \"plane\".\n",
    "\n",
    "examples_per_class = 10\n",
    "classes = ['plane', 'car', 'bird', 'cat', 'deer', 'dog', 'frog', 'horse', 'ship', 'truck']\n",
    "for cls, cls_name in enumerate(classes):\n",
    "    idxs = np.where((y_test != cls) & (y_test_pred == cls))[0]\n",
    "    idxs = np.random.choice(idxs, examples_per_class, replace=False)\n",
    "    for i, idx in enumerate(idxs):\n",
    "        plt.subplot(examples_per_class, len(classes), i * len(classes) + cls + 1)\n",
    "        plt.imshow(X_test[idx].astype('uint8'))\n",
    "        plt.axis('off')\n",
    "        if i == 0:\n",
    "            plt.title(cls_name)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Inline question 1:\n",
    "描述你看到的错误分类结果。它们有意义吗?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## 图像特征的神经网络\n",
    "在此之前，我们看到在原始像素上训练一个两层神经网络比在原始像素上训练线性分类器获得更好的分类性能。在这个本子中，我们已经看到线性分类器在图像特征上胜过线性分类器在原始像素上。\n",
    "\n",
    "为了完整性，我们也应该尝试训练一个神经网络的图像特征。这种方法应该优于所有以前的方法:您应该能够轻松地在测试集上获得超过55%的分类精度;我们的最佳模型达到了60%的分类准确率。"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(49000, 155)\n"
     ]
    }
   ],
   "source": [
    "print (X_train_feats.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "ename": "KeyboardInterrupt",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[1;31mKeyboardInterrupt\u001b[0m                         Traceback (most recent call last)",
      "\u001b[1;32m<ipython-input-8-538008fc292a>\u001b[0m in \u001b[0;36m<module>\u001b[1;34m\u001b[0m\n\u001b[0;32m     22\u001b[0m             \u001b[0mnum_iters\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m2000\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mbatch_size\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m400\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m     23\u001b[0m             \u001b[0mlearning_rate\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mrate\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mlearning_rate_decay\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m0.90\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m---> 24\u001b[1;33m             reg=reg, verbose=False)        \n\u001b[0m\u001b[0;32m     25\u001b[0m         \u001b[0my_train_pred\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mnet\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mpredict\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mX_train_feats\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m     26\u001b[0m         \u001b[0macc_tr\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mmean\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0my_train\u001b[0m \u001b[1;33m==\u001b[0m \u001b[0my_train_pred\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n",
      "\u001b[1;32m~\\Desktop\\CS231n\\assignment1\\cs231n\\classifiers\\neural_net.py\u001b[0m in \u001b[0;36mtrain\u001b[1;34m(self, X, y, X_val, y_val, learning_rate, learning_rate_decay, reg, num_iters, batch_size, verbose)\u001b[0m\n\u001b[0;32m    183\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m    184\u001b[0m             \u001b[1;31m# Compute loss and gradients using the current minibatch\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m--> 185\u001b[1;33m             \u001b[0mloss\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mgrads\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mself\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mloss\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mX_batch\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0my\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0my_batch\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mreg\u001b[0m\u001b[1;33m=\u001b[0m\u001b[0mreg\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m    186\u001b[0m             \u001b[0mloss_history\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mappend\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mloss\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m    187\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n",
      "\u001b[1;32m~\\Desktop\\CS231n\\assignment1\\cs231n\\classifiers\\neural_net.py\u001b[0m in \u001b[0;36mloss\u001b[1;34m(self, X, y, reg)\u001b[0m\n\u001b[0;32m    127\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m    128\u001b[0m         \u001b[0mmargin1\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mmargin2\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mdot\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mW2\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mT\u001b[0m\u001b[1;33m)\u001b[0m  \u001b[1;31m# (N, H)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m--> 129\u001b[1;33m         \u001b[0mmargin1\u001b[0m\u001b[1;33m[\u001b[0m\u001b[0mout1\u001b[0m \u001b[1;33m<=\u001b[0m \u001b[1;36m0\u001b[0m\u001b[1;33m]\u001b[0m \u001b[1;33m=\u001b[0m \u001b[1;36m0\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m    130\u001b[0m         \u001b[0mdW1\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mX\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mT\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mdot\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mmargin1\u001b[0m\u001b[1;33m)\u001b[0m  \u001b[1;31m# (D, H)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m    131\u001b[0m         \u001b[0mdW1\u001b[0m \u001b[1;33m+=\u001b[0m \u001b[0mreg\u001b[0m \u001b[1;33m*\u001b[0m \u001b[0mW1\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n",
      "\u001b[1;31mKeyboardInterrupt\u001b[0m: "
     ]
    }
   ],
   "source": [
    "from cs231n.classifiers.neural_net import TwoLayerNet\n",
    "\n",
    "input_dim = X_train_feats.shape[1]\n",
    "hidden_dim = 500\n",
    "num_classes = 10\n",
    "\n",
    "net = TwoLayerNet(input_dim, hidden_dim, num_classes)\n",
    "best_net = None\n",
    "best_val = -1\n",
    "results = {}\n",
    "################################################################################\n",
    "# TODO: Train a two-layer neural network on image features. You may want to    #\n",
    "# cross-validate various parameters as in previous sections. Store your best   #\n",
    "# model in the best_net variable.                                              #\n",
    "################################################################################\n",
    "learning_rates = [1e-3, 1e-2, 1e-1, 5e-1, 1]\n",
    "regularization_strengths = [1e-3, 5e-3, 1e-2, 1e-1, 0.5, 1]\n",
    "for rate in learning_rates:\n",
    "    for reg in regularization_strengths:\n",
    "        net = TwoLayerNet(input_dim, hidden_dim, num_classes)\n",
    "        stats = net.train(X_train_feats, y_train, X_val_feats, y_val,\n",
    "            num_iters=2000, batch_size=400,\n",
    "            learning_rate=rate, learning_rate_decay=0.90,\n",
    "            reg=reg, verbose=False)        \n",
    "        y_train_pred = net.predict(X_train_feats)\n",
    "        acc_tr = np.mean(y_train == y_train_pred)\n",
    "        y_val_pred = net.predict(X_val_feats)\n",
    "        acc_val = np.mean(y_val == y_val_pred)\n",
    "        # Plot the loss function and train / validation accuracies\n",
    "        print(\"=\"*30)\n",
    "        print('rate: %f ,reg: %f' % (rate, reg))\n",
    "        plt.subplot(2, 1, 1)\n",
    "        plt.plot(stats['loss_history'])\n",
    "        plt.title('Loss history')\n",
    "        plt.xlabel('Iteration')\n",
    "        plt.ylabel('Loss')\n",
    "\n",
    "        plt.subplot(2, 1, 2)\n",
    "        plt.plot(stats['train_acc_history'], label='train')\n",
    "        plt.plot(stats['val_acc_history'], label='val')\n",
    "        plt.title('Classification accuracy history')\n",
    "        plt.xlabel('Epoch')\n",
    "        plt.ylabel('Clasification accuracy')\n",
    "        plt.show()\n",
    "        \n",
    "        \n",
    "        results[(rate, reg)] = (acc_tr, acc_val)\n",
    "        if acc_val > best_val:\n",
    "            best_val = acc_val\n",
    "            best_net = net\n",
    "            \n",
    "for rate, reg in sorted(results):\n",
    "    train_accuracy, val_accuracy = results[(rate, reg)]\n",
    "    print ('lr %e reg %e train accuracy: %f val accuracy: %f' % (\n",
    "                rate, reg, train_accuracy, val_accuracy))\n",
    "    \n",
    "print ('best validation accuracy achieved during cross-validation: %f' % best_val)\n",
    "################################################################################\n",
    "#                              END OF YOUR CODE                                #\n",
    "################################################################################"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Visualize the cross-validation results\n",
    "import math\n",
    "x_scatter = [math.log10(x[0]) for x in results]\n",
    "y_scatter = [math.log10(x[1]) for x in results]\n",
    "\n",
    "# plot training accuracy\n",
    "marker_size = 100\n",
    "colors = [results[x][0] for x in results]\n",
    "plt.subplot(2, 1, 1)\n",
    "plt.scatter(x_scatter, y_scatter, marker_size, c=colors)\n",
    "plt.colorbar()\n",
    "plt.xlabel('log learning rate')\n",
    "plt.ylabel('log regularization strength')\n",
    "plt.title('CIFAR-10 training accuracy')\n",
    "\n",
    "# plot validation accuracy\n",
    "colors = [results[x][1] for x in results] # default size of markers is 20\n",
    "plt.subplot(2, 1, 2)\n",
    "plt.scatter(x_scatter, y_scatter, marker_size, c=colors)\n",
    "plt.colorbar()\n",
    "plt.xlabel('log learning rate')\n",
    "plt.ylabel('log regularization strength')\n",
    "plt.title('CIFAR-10 validation accuracy')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Run your neural net classifier on the test set. You should be able to\n",
    "# get more than 55% accuracy.\n",
    "\n",
    "test_acc = (best_net.predict(X_test_feats) == y_test).mean()\n",
    "print (test_acc)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 设计你自己的特色!\n",
    "您已经看到，简单的图像特征可以提高分类性能。到目前为止，我们已经尝试了HOG和颜色直方图，但是其他类型的特征可能能够实现更好的分类性能。\n",
    "\n",
    "在CIFAR-10中，设计并实现一种新的特征并将其用于图像分类。解释你的特征是如何工作的，为什么你期望它对图像分类有用。在这个笔记本中实现它，交叉验证任何超参数，并将其性能与HOG +颜色直方图基线进行比较。"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 做一些额外的事情!\n",
    "使用我们在这次作业中提供的材料和代码来做一些有趣的事情。我们还应该问别的问题吗?你在做作业的时候有没有想到什么好主意?这是你炫耀的机会!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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